V práci jsou studována periodická řešení nelineárního symetrického modelu visutého mostu a jeho vazby na Fučíkovo spektrum. (cs)
We study the set of periodic solutions of the nonlinear symmetric model of a suspension bridge and its connections with the Fucik spectrum. Results of numerical experiments that involve unknown branches of the Fucik spectrum are useful for better underst
We study the set of periodic solutions of the nonlinear symmetric model of a suspension bridge and its connections with the Fucik spectrum. Results of numerical experiments that involve unknown branches of the Fucik spectrum are useful for better underst (en)